论文标题

主动边界层

Active boundary layers

论文作者

Hardoüin, Jérôme, Doré, Claire, Laurent, Justine, Lopez-Leon, Teresa, Ignés-Mullol, Jordi, Sagués, Francesc

论文摘要

边界层在常规液体晶体中的作用通常归为锚定在狭窄壁上的作用。从经典的角度来看,锚定在平衡条件下奴役被动物质的方向场。在这项工作中,我们在实验中探讨了限制壁在主动nematic行为中的作用。我们发现,在滑动边界条件下,壁会在其附近引起带负电荷的拓扑缺陷的积累,从而形成了使壁极化的拓扑边界层。虽然墙壁和散装缺陷的动力学被解耦,但我们发现活动边界层会影响系统的整体动力学,并在强限制强度的情况下完全控制主动nematic的行为。最后,我们表明墙体缺陷表现出与散装对应物的行为基本不同的行为,例如高运动性或与其他类似拓扑电荷的另一个缺陷重组的能力。这些外来的行为是由于围绕缺陷围墙围墙引起的对称性的变化而导致的。最后,我们表明,可以用一维的库拉莫托 - 西瓦辛斯基(Kuramoto-Sivashinsky)的类似时空混乱的描述来描述壁缺陷的集体动力学。

The role of boundary layers in conventional liquid crystals is commonly subsumed in their anchoring on confining walls. In the classical view, anchoring enslaves the orientational field of the passive material under equilibrium conditions. In this work, we experimentally explore the role of confining walls in the behavior of an active nematic. We find that, under slip boundary conditions, the wall induces the accumulation of negatively charged topological defects in its vicinity, resulting in the formation of a topological boundary layer that polarizes the wall. While the dynamics of wall and bulk defects are decoupled, we find that the active boundary layer influences the overall dynamics of the system, to the point of fully controlling the behavior of the active nematic in situations of strong confinement. Finally, we show that wall defects exhibit behaviors that are essentially different from those of their bulk counterparts, such as high motility or the ability to recombine with another defect of like-sign topological charge. These exotic behaviors result from a change of symmetry induced by the wall in the director field around the defect. Finally, we show that the collective dynamics of wall defects can be described in terms of a one-dimensional Kuramoto-Sivashinsky -like description of spatio-temporal chaos.

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